Angular estimations of certain integral operators.
Angular Limits of Holomorphic Functions Which Satisfy an Integrability Condition.
Angular limits of the integrals of the Cauchy type
Integrals of the Cauchy type extended over the boundary of a general compact set in the complex plane are investigated. Necessary and sufficient conditions on are established guaranteeing the existence of angular limits of these integrals at a fixed for all densities satisfying a Hölder-type condition at .
Anneau de cohomologie entière et -théorie d’un produit symétrique d’une surface de Riemann
Annular bounds for polynomial zeros and Schur stability of difference equations.
Annular functions form a residual set.
Another algebraic proof of Weil's reciprocity
The Burchnall-Chaundy-Krichever correspondence which converts meromorphic functions on a curve into differential operators is used to interpret Weil's reciprocity as the calculation of a resultant.
Another refinement of Bernstein's inequality.
Anticonformal automorphisms and Schottky coverings.
Anwendung der Theorie der Integralgleichungen auf einige Randwertaufgaben der Funktionentheorie
Apollonian isometries of regular domains are Möbius mappings.
Application aux fonctions circulaires et aux fonctions elliptiques d'une méthode générale de détermination des fonctions dont on donne le groupe des substitutions
Application de la méthode des fonctions algébriques à la représentation conforme [Book]
Application de la théorie des fonctions fuchsiennes à l'étude des courbes algébriques
Application of differential equations for transforming the implicit functions into the explicit ones
Application of Hoare's theorem to symmetries of Riemann surfaces.
Application of Salagean and Ruscheweyh Operators on Univalent Holomorphic Functions with Finitely many Coefficients
MSC 2010: 30C45, 30C50The purpose of the present paper is to introduce a new subclass of holomorphic univalent functions with negative and fixed finitely coefficient based on Salagean and Ruscheweyh differential operators. The various results investigated in this paper include coefficient estimates, extreme points and Radii properties.
Application of Subordination Principle to Log-Harmonic alpha-spirallike Mappings
MSC 2010: 30C45, 30C55The aim of this paper is to give an application of the subordination principle to the class of spirallike logharmonic mappings which was introduced by Abdulhadi and Hengartner [1].
Application of the subordination principle to the harmonic mappings convex in one direction with shear construction method.
Applications arithmétiques de l'étude des valeurs aux entiers négatifs des séries de Dirichlet associées à un polynôme
Nous étudions les fonctions -adiques associées à des séries du typedans certains cas, où elles admettent un prolongement méromorphe à avec un nombre fini de pôles et des valeurs aux entiers négatifs algébriques. On retrouve comme cas particulier les fonctions -adiques des corps totalement réels et les fonctions -multiples -adiques.